Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-07-20020202_104700_20020202_153200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/02 |
Start Time | | 2002/02/02 10:47 |
End Time | | 2002/02/02 15:30 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 11.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-07-20020202_104700_20020202_153200-constBx0 |
Minimum Dst Value | | -84 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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